【摘要】 利用Bernoulli数和harmonic shuffle关系,研究形如∑f(m,n)ζ(2m,2n-2m)的和式,并得到这种和式的一系列恒等式,其中f(m,n)为关于正整数m,n的函数。更多还原

【Abstract】 By using harmonic shuffle relations and the relation between Bernoulli numbers and zeta function,we studied the problem about sum ∑f(m,n)ζ(2m,2n-2m) and gave some identities of the sum formula,where f(m,n) was an arithmetic function of the positive integer,m and n.更多还原